Weak solutions to the mean curvature equation with multiple Dirac masses are constructed via approximation with smooth sources that converge weakly to the Dirac measures for maximal hypersurfaces with multiple light-cones.
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Maximal hypersurfaces with prescribed light-like cones in Lorentz-Minkowski space
Weak solutions to the mean curvature equation with multiple Dirac masses are constructed via approximation with smooth sources that converge weakly to the Dirac measures for maximal hypersurfaces with multiple light-cones.